Research theme for competitive and other funds (6):
2023 - 2027 拡散-非拡散反応系における外力とダイナミクスの関連
2023 - 2026 定常解が連続体をなす反応拡散系の非定常問題の解の挙動
2018 - 2024 拡散誘導不安定化と非拡散過程が織り成す反応拡散系のダイナミクス探求
2019 - 2023 Fundamental theory of reaction-diffusion equations with variable coefficients---a panorama in Turing's sight
2014 - 2017 拡散-非拡散物質から成る反応系における相互作用とダイナミクスの関連性の探究
2011 - 2013 空間非一様パターンを形成する反応拡散系がもつ構造の体系的理解
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Papers (22):
Szymon Cygan, Anna Marciniak-Czochra, Grzegorz Karch and Kanako Suzuki. Stable discontinuous stationary solutions to,reaction-diffusion-ODE systems. Communications in Partial Differential Equations. 2023. 48. 3. 478-510
Instability of all regular stationary solutions to,reaction-diffusion-ODE systems. Journal of Differential Equations. 2022. 337. 15. 460-482
Masaya MAEDA, Hironobu SASAKI, Etsuo SEGAWA, Akito SUZUKI, Kanako SUZUKI. Dispersive estimates for quantum walks on 1D lattice. J. Math. Soc. Japan. 2022. 74. 1. 217-246
Kanako Suzuki. Criterion toward understanding non-constant solutions to p-Laplace,Neumann boundary value problem. Mathematical Journal of Ibaraki University. 2020. 52. 1-13
M. Maeda, H. Sasaki, E. Segawa, A. Suzuki, K. Suzuki. Dynamics of solitons for nonlinear quantum walks. Journal of Physics Communications. 2019. 3. 7. 075002-075002
Stability of stationary solutions to reaction-diffusion-ODE systems
(Turing symposium on Morphogenesis, 2024 2024)
Instability and diffusion-driven blowup in some reaction-diffusion-ODE systems
(RIMS Workshop "Recent Trend in Ordinary Differential Equations and Their Developments" 2019)
Spatial patterns of some reaction-diffusion-ODE systems
(Modeling Biological Phenomena by Parabolic PDEs and their Analysis 2019)